
General Weekend Schedule
SATURDAY | ||
9:00 - 9:30 | Breakfast and Welcome | Common Area, Dana Building |
9:30 - 10:30 | Plenary Talk, Alan Reid | 1040 Dana Building |
10:40 - 11:10 | Student Talks | Dana Building Classrooms (see below) |
11:20 - 11:50 | Student Talks | Dana Building Classrooms (see below) |
11:50 - 1:20 | Lunch | |
1:20 - 1:50 | Student Talks | Dana Building Classrooms (see below) |
2:00 - 3:00 | Young Faculty Talks | |
3:00 - 4:00 | Tea and Discussion | Common Area, Dana Building |
4:00 - 4:30 | Student Talks | |
4:40 - 5:40 | Plenary Talk, Doug Ravenel | 1040 Dana Building |
6pm - 7:15 | Dinner | Math Atrium, East Hall |
SUNDAY | ||
9:00 - 9:30 | Breakfast | Common Area, Dana Building |
9:30 - 10:00 | Student Talks | Dana Building Classrooms (see below) |
10:10 - 10:40 | Student Talks | Dana Building Classrooms (see below) |
10:40 - 11:20 | Coffee Break | Common Area, Dana Building |
11:20 - 11:50 | Student Talks | Dana Building Classrooms (see below) |
12:00 - 12:30 | Student Talks | Dana Building Classrooms (see below) |
Student Talk Schedule
Below is the schedule of the student talks. They are grouped into one of four topic categories and are ranked by the speaker according to the level of prerequisite knowledge needed to understand the talk. Abstracts for all talks, listed alphabetically according to the speaker's last name, can be found on the speakers page.
Click here to download a .pdf version of the abstracts for these talks.
Algebraic Topology in 1040 Dana Building
Time | Speaker | Title | Star |
Sa 10:40-11:10 | Mulcahey | Towards an Unstable Chromatic Filtration | *** |
Sa 11:20-11:50 | Deshpande | An Intuitive Introduction to Homotopy Colimits | ** |
Sa 1:20-1:50 | Grady | Genera from Deformation Quantization | * 1/2 |
Sa 4:00 - 4:30 | Lind | 2-Vector Bundles | ** |
Su 9:30-10:00 | Samuel | Combinatorics of Grassmannians | ** |
Su 10:10-10:40 | Frankland | Fibered Category of Beck Modules | * 1/2 |
Su 11:20-11:50 | Rose | Categorification and Knot Homology | ** |
Su 12:00 - 12:30 | Bohmann | The S^1 Equivariant Generating Hypothesis | ** |
Topics in Geometry in 1046 Dana Building
Time | Speaker | Title | Star |
Sa 10:40-11:10 | Gonzales | Topology of Group Embeddings | ** |
Sa 11:20-11:50 | Sunyeekh | Converse of Lefschetz Fixed Point Theorem | ** |
Sa 1:20-1:50 | Kinlaw | Refocusing of Null-Geodesics in Lorentz Manifolds | ** |
Sa 4:00 - 4:30 | Choi | Broken Lefschetz Fibration and their examples | * |
Su 9:30-10:00 | Wu | An Introduction to Diffeological Spaces | ** |
Su 10:10-10:40 | Liokumovich | Homotopy of closed curves on a 2-disc | * |
Su 11:20-11:50 | Alter | Linear flows of line bundles over a Riemann surface as solutions to Lax pairs | * 1/2 |
Su 12:00 - 12:30 | Dragomir | Closed geodesics on compact developable orbifolds | ** |
Low Dimensional Topology in 1028 Dana Building
Time | Speaker | Title | Star |
Sa 10:40-11:10 | Kearney | Knot Genera | ** |
Sa 11:20-11:50 | Barrera-Rodriguez | Heegaard what? A gentle introduction to Heegaard splittings via Complexes of curves | ** |
Sa 1:20-1:50 | Roger | The Quantum Teichmuller space and invariants of surface diffeomorphisms | ** |
Sa 4:00 - 4:30 | Schneider | Box-Dot Diagrams for "Regular" Rational Tangles | |
Su 9:30-10:00 | Dreyer | Hitchin representations and length functions | * 1/2 |
Su 10:10-10:40 | George | Invariants of Legendrian Knots using Chekanov's Differential Graded Algebra | * |
Su 11:20-11:50 | Nogueira | Incompressible surfaces in handlebodies and boundary reducible 3-manifolds | * |
Su 12:00 - 12:30 | Sinick | Real places and surface bundles | ** |
Geometric Group Theory in 1024 Dana Building
Time | Speaker | Title | Star |
Sa 10:40-11:10 | Fein | MCG, Out(F_n), and Linear groups: These are a few of my favorite things | * 1/2 |
Sa 11:20-11:50 | Louwsma | Immersed surfaces in the modular orbifold | ** |
Sa 1:20-1:50 | Sun | Non-bounded generatedness of hyperbolic groups | *** |
Sa 4:00 - 4:30 | Adeel | Graphs and free groups | * |
Su 9:30-10:00 | Emerick | Hey dude, where's the bathroom? | * |
Su 10:10-10:40 | Lee | Dehn function and finiteness property | *** |
Su 11:20-11:50 | Dowdall | Dilatations of pseudo-Anosovs in the point-pushing subgroup | * 1/2 |
Su 12:00 - 12:30 | Liu | Knot groups onto hyperbolic knot groups | ** |